Activities

Recent and Upcoming Activities

• I will attend the Algebraic Combinatorics Virtual Expedition (AlCoVE) on 2025-05-29 and 2025-05-30.
  I will present a poster on Probabilistic Bijections on Nonattacking Fillings.
• I will attend the CanaDAM 2025 conference in Ottawa from 2025-05-20 to 2025-05-23.
  I will present a talk on Probabilistic Bijections on Nonattacking Fillings in the Algebraic Combinatorics mini-symposium.
• I attend the weekly Algebraic and Enumerative Combinatorics Seminar at the University of Waterloo.

Past Activities

• I attended the Combinatorial Algebra meets Algebraic Combinatorics (CAAC) conference at the Fields Institute and University of Toronto from 2025-01-24 to 2025-01-26.
• I attended the Mid-Atlantic Algebra, Geometry, and Combinatorics (MAAGC) Workshop at The George Washington University in Washington, DC, on 2024-10-11 and 2024-10-12.
  I presented a poster on Cluster monomials in graph Laurent phenomenon algebras.
• I attended the Conferência Mirim at PUC-Rio in 2024-08.
  I presented a talk on Cluster monomials in graph Laurent phenomenon algebras (YouTube and Slides, in Portuguese)
• I attended the Mid-Atlantic Seminar On Numbers VI (MASON) at Towson University in 2023-03.
  I presented a talk on $S$-legal index difference sequences.
• I attended the Joint Mathematics Meetings (JMM) in Boston in 2023-01.
  I presented a talk on $S$-legal index difference sequences (YouTube) at the AMS-SIAM Special Session on Research in Mathematics by Undergraduates and Students in Post-Baccalaureate Programs III.
• I attended the Young Mathematicians Conference at Ohio State University in 2022-08.
  I presented a talk on Continuing analysis of the Zeckendorf game (YouTube), and a talk on Short-range and random differences in the number of summands in Zeckendorf decompositions (YouTube).
• I attended the International Fibonacci Conference in 2022-07.
  I presented a talk on $S$-legal index difference sequences (YouTube), and a talk on Short-range and random differences in the number of summands in Zeckendorf decompositions (YouTube).